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Electric flux density within a cylindrical shell is given by, D = 4psinoa, + 2z²a₂ C/m² a) Determine the volume charge density, pv. b) How much charge is located inside the region defined by Fig.1. c) Calculate electric flux leaving each of the surfaces shown in the figure. d) State Gauss law and confirm it by finding the net flux through the mentioned closed surface.

Electric flux density within a cylindrical shell is given by, D = 4psinoa, + 2z²a₂ C/m² a) Determine the volume charge density, pv. b) How much charge is located inside the region defined by Fig.1. c) Calculate electric flux leaving each of the surfaces shown in the figure. d) State Gauss law and confirm it by finding the net flux through the mentioned closed surface.

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Let A=3
B=15 
C= 6
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Electric flux density within a cylindrical shell is given by, D = 4psinga, + 2z²a₂ C/m² a) Determine the volume charge density, Pv. b) How much charge is located inside the region defined by Fig.1. c) Calculate electric flux leaving each of the surfaces shown in the figure. d) State Gauss law and confirm it by finding the net flux through the mentioned closed surface. XK Z π/С Z-B Tπ/3 P=A
Transcribed Image Text:Electric flux density within a cylindrical shell is given by, D = 4psinga, + 2z²a₂ C/m² a) Determine the volume charge density, Pv. b) How much charge is located inside the region defined by Fig.1. c) Calculate electric flux leaving each of the surfaces shown in the figure. d) State Gauss law and confirm it by finding the net flux through the mentioned closed surface. XK Z π/С Z-B Tπ/3 P=A
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